Advanced search×

Chemical properties of the extracellular matrix of the snail nervous system: A comprehensive study using a combination of histochemical techniques

Micron 41(5):11 (2010) PMID 20219380

The extracellular matrix (ECM) consists of various types of protein and carbohydrate polymers with red-ox and acid-base properties that have a crucial impact on tissue homeostasis. In the present study, a combination of both frequently applied and also specialized histochemical staining methods were used to reveal the chemical properties of the ECM of the snail central nervous system (CNS) which has a long been favored experimental model for comparative neurobiologists. Reactions such as silver ion reduction to label oxidative elements and different protein fibers, visible and fluorescent periodic-Schiff (PAS) reaction for the detection of unbranched chain of carbohydrates, and cationic dyes (acridine orange and alcian blue) for differentiating acidic carbohydrates were used. Illumination of sections stained with toluidine blue at pH 4.0 by a fluorescent light (@l ex546/em580nm), visualized components of the extraneural space (ECM molecules and glial cells) of the adult and also the developing CNS. Silver, toluidine blue and azure A were used to detect specific molecule bands in CNS extracts separated by sodium dodecyl sulfate-polyacrylamide gel electrophoresis (SDS-PAGE). Some molecules showed both negative character and had carbohydrate side chains revealed by the Solanum tuberosum lectin probe. In a comparison of a freshwater aquatic (Lymnaea stagnalis) and a terrestrial (Helix pomatia) species, the ECM showed similarities in the composition of the periganglionic sheath and interperikaryonal space. The sheath was rich in alcian blue-positive sulfated proteoglycans infiltrated the space between collagen and reticular fibers, whereas in the interperikaryonal space PAS- and acridine orange-positive neutral and weakly acidic carbohydrates were detected. The ganglionic neuropil was mostly filled with PAS-positive material, but negatively charged sulfated and carboxylated molecules detected by acridine orange and alcian blue were present only in Helix. A low carbohydrate content was also found in the neuropil of both adult and developing Lymnaea, but most of the ECM components appeared only during the postembryonic juvenile stages. Comparing the SDS-PAGE of the periganglionic sheath and neural tissue extracts, toluidine blue (pH 4.0) and azure A (pH 2.0) revealed negatively charged molecules; some were found in both fractions. These results show, for the first time, the general chemical characteristics of the ECM of the snail CNS, indicating differences in the composition of the ganglion neuropil between aquatic and terrestrial species. Hence, a different strategy for retaining water by the neural tissue is suggested in species living in different environments.

DOI: 10.1016/j.micron.2010.02.003
Version: za2963e q8zae q8zbf q8zc9 q8zda q8ze7 q8zf7 q8zgb

Similar articles you may find interesting…

  1. Sign-preserving of principal eigenfunctions in P1 finite element approximation of eigenvalue problems of second-order elliptic operators

    arXiv:1306.1987 [math.NA] 9 Jun 2013

    This paper is concerned with the P1 finite element approximation of the eigenvalue problem of second-order elliptic operators subject to the Dirichlet boundary condition. The focus is on the preservation of basic properties of the principal eigenvalue and eigenfunctions of continuous problems. It i...
  2. S-duality and the N=2 Lens Space Index

    arXiv:1306.1543 [hep-th] 6 Jun 2013

    We discuss some of the analytic properties of lens space indices for 4d N=2 Theories of class S. The S-duality properties of these theories highly Constrain the lens space indices, and imply in particular that they are Naturally acted upon by a set of commuting difference operators corresponding To...
  3. Nonnegative Deconvolution with Repeated Measurements

    arXiv:1306.0914 [math.OC] 4 Jun 2013

    We pose the deterministic nonparametric, nonnegative deconvolution problem For scalar input/output systems based on repeated observations of input/output Signal pairs. The problem is converted into a nonnegative matrix factorization With special structure for which we use Csiszar's I-divergence as t...